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But in 1798 Benjamin Thompson (Count Rumford) (1753–1814) measured the heat produced by the mechanical process of boring a cannon, and began to make the argument that, in contradiction to the caloric theory, there was actually some kind of correspondence between mechanical energy and amount of heat.
And just like the speed of light governs the maximum rate at which effects can propagate in physical space, so similarly in our models there’s a “ maximum entanglement speed ” at which effects can propagate in branchial space. And we can trace the argument for this to the Principle of Computational Equivalence.
It wasn’t clear how seriously anyone else was taking this (especially given that at the time I hadn’t seen the material Frisch had already written), but insofar as anything was “going on”, it seemed to be a perfectly collegial interaction—where perhaps Los Alamos or the French government or both would buy a Connection Machine computer.
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